Nir Lazarovich

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20142026

most citedSurface groups are flexibly stable

13 citations · 38 across the 32 of their papers we have counts for

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Showing 2019Show all

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math.GT2019

Local Limits of Connected Subgroups of $S L_{3} (R)$

Nir Lazarovich, Arielle Leitner

In this paper we describe the local limits under conjugation of all closed connected subgroups of $S L_{3} (R)$ in the Chabauty topology.

math.GR2019★ 13 cited

Surface groups are flexibly stable

Nir Lazarovich, Arie Levit, Yair Minsky

We show that surface groups are flexibly stable in permutations. This is the first non-trivial example of a non-amenable flexibly stable group. Our method is purely geometric and r…

Local Limits of Connected Subgroups of SL3​(R)

Surface groups are flexibly stable

Local Limits of Connected Subgroups of $S L_{3} (R)$